LinBox - C++ library for exact, high-performance linear algebra

A complete example of batched refactorization in cuSOLVER.

C++ Library of the Linear Conjugate Gradient Methods (LibLCG)

Implementations or wrappers for linear algebra operations in C#

Python implementation of Cholesky Decomposition

ForSolver - linear and nonlinear solvers

A near-term quantum algorithm for solving linear systems of equations based on the Woodbury identity

A linear system of equations solver that uses Gaussian elimination implemented on OpenCL aimed to take advantage of the GPU to improve the performance on large systems

asymmetric linear system solver by using BiCGSTAB method with diagonal preconditioning.

Parallel Sparsity-Pattern-Levearaging linear system solver

Compute the inverse of a matrix using the Gauss-Jordan method.

My solutions to AUT Applied Linear Algebra course programming assignments

Proyecto de curso de la asignatura Álgebra Lineal.

Numerical analysis algorithms

This project provides a graphical user interface (GUI) application for performing common numerical analysis tasks. Built with CustomTkinter for a user-friendly experience, it empowers you to solve linear systems and perform numerical integration.

Programa em python para realizar o passo a passo do processo de escalonamento de matrizes pelo método da eliminação gauss-Jordan

Numerical methods and solutions

Rust implementation of a 2D MAC fluid solver with PCG based linear solver.

Implementação do algoritmo da eliminação de Gauss para a resolução de sistemas lineares.

A C++ iterative linear systems solver

🪢 lightweight C++ wrapper for selected distributed linear system solvers

A Linear system solver built using Gaussian Elimination.

Projetos da matéria MAC0300 do IME-USP.

Contains useful methods to manipulate on data of matrix type

A collection of Numerical Methods implemented in Racket. Includes Root Finders, ODE Solvers, Linear System Solvers, etc. as well as Applications/Demos.

This repository contains numerical methods for finding solutions of a nonlinear equation, as well as nonlinear and linear equations' systems.

This project implements a linear solver using triangulation methods to efficiently solve systems of linear equations. Developed for the "Calcul formel et Numérique" course INFO-F205, it focuses on reducing systems to upper triangular form for easy resolution.

Analysis and implementation of the GMRES iterative method for solving sparse linear systems. Numerical Methods course project of Facultad de Ingenieria - UDELAR.

Linear system solver using multi-processor parallelism in MPI

A PyTorch library for differentiable sparse linear system solvers with automatic differentiation support.